Abstract. Ordinal Optimization has emerged as an efficient technique for simulation and optimization. Exponen-tial convergence rates can be achieved in many cases. In this paper, we present a new approach that can further enhance the efficiency of ordinal optimization. Our approach determines a highly efficient number of simulation replications or samples and significantly reduces the total simulation cost. We also compare several different allocation procedures, including a popular two-stage procedure in simulation literature. Numerical testing shows that our approach is much more efficient than all compared methods. The results further indicate that our approach can obtain a speedup factor of higher than 20 above and beyond the speedup ac...
Computer simulation models are widely and frequently used to model real systems to predict output re...
Selecting a subset of the best solutions among large-scale problems is an important area of research...
本報告總結第三年在本計畫的支持下的研究成 果,包括三個層次的排程佳化方法:(1)以平穩 (Stationary)馬可夫決策問題為載具,設計出一個 結合模擬排序佳化(Simulation-based O...
Ordinal Optimization has emerged as an efficient technique for simulation and optimization. Exponent...
Ordinal Optimization offers an efficient approach for simulation optimization by focusing on ranking...
Statistical selection procedures are used to select the best simulated system from a finite set of a...
Simulation is a popular tool for decision making. However, simulation efficiency is still a big conc...
Simulation is a powerful tool to explore the real-world systems; unfortunately, two shortcomings fre...
Discrete-event systems (DES) simulation is a popular tool for analyzing systems and evaluating decis...
In this paper we introduce a new approach to rare event simulation. Because of the extensive simulat...
The methodology based on computing budget allocation is an effective tool in solving the problem of ...
This paper proposes a bound-based simulation budget allocation (BSBA) procedure for solving ranking ...
Probabilistic constrained simulation optimization problems (PCSOP) are concerned with allocating lim...
Ordinal optimization (OO) is a widely-studied technique for optimizing discrete-event dynamic system...
We consider a class of the subset selection problem in ranking and selection. The objective is to id...
Computer simulation models are widely and frequently used to model real systems to predict output re...
Selecting a subset of the best solutions among large-scale problems is an important area of research...
本報告總結第三年在本計畫的支持下的研究成 果,包括三個層次的排程佳化方法:(1)以平穩 (Stationary)馬可夫決策問題為載具,設計出一個 結合模擬排序佳化(Simulation-based O...
Ordinal Optimization has emerged as an efficient technique for simulation and optimization. Exponent...
Ordinal Optimization offers an efficient approach for simulation optimization by focusing on ranking...
Statistical selection procedures are used to select the best simulated system from a finite set of a...
Simulation is a popular tool for decision making. However, simulation efficiency is still a big conc...
Simulation is a powerful tool to explore the real-world systems; unfortunately, two shortcomings fre...
Discrete-event systems (DES) simulation is a popular tool for analyzing systems and evaluating decis...
In this paper we introduce a new approach to rare event simulation. Because of the extensive simulat...
The methodology based on computing budget allocation is an effective tool in solving the problem of ...
This paper proposes a bound-based simulation budget allocation (BSBA) procedure for solving ranking ...
Probabilistic constrained simulation optimization problems (PCSOP) are concerned with allocating lim...
Ordinal optimization (OO) is a widely-studied technique for optimizing discrete-event dynamic system...
We consider a class of the subset selection problem in ranking and selection. The objective is to id...
Computer simulation models are widely and frequently used to model real systems to predict output re...
Selecting a subset of the best solutions among large-scale problems is an important area of research...
本報告總結第三年在本計畫的支持下的研究成 果,包括三個層次的排程佳化方法:(1)以平穩 (Stationary)馬可夫決策問題為載具,設計出一個 結合模擬排序佳化(Simulation-based O...